@keyframes rwdcur258271 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur258271 2.1333333333333s linear infinite forwards;
}
